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Shift-variant non-negative matrix deconvolution for music transcription

机译:用于音乐转录的移位变量非负矩阵解卷积

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In this paper, we address the task of semi-automatic music transcription in which the user provides prior information about the polyphonic mixture under analysis. We propose a non-negative matrix deconvolution framework for this task that allows instruments to be represented by a different basis function for each fundamental frequency (“shift variance”). Two different types of user input are studied: information about the types of instruments, which enables the use of basis functions from an instrument database, and a manual transcription of a number of notes which enables the template estimation from the data under analysis itself. Experiments are performed on a data set of mixtures of acoustical instruments up to a polyphony of five. The results confirm a significant loss in accuracy when database templates are used and show the superiority of the Kullback-Leibler divergence over the least squares error cost function.
机译:在本文中,我们解决了半自动音乐转录的任务,其中用户提供了有关正在分析的和弦混音的先验信息。我们为此任务提出了一个非负矩阵反卷积框架,该框架允许针对每个基本频率(“偏移方差”)用不同的基函数表示工具。研究了两种不同类型的用户输入:有关仪器类型的信息,可以使用仪器数据库中的基本功能,以及手动记录大量注释,从而可以根据分析数据本身进行模板估算。实验是在多达五种复音的声学乐器混合数据集上进行的。结果证实了使用数据库模板时准确性的重大损失,并显示了Kullback-Leibler散度优于最小二乘误差成本函数的优势。

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